MATH 630, REAL ANALYSIS I
SPRING, 2004
Instructor:
Konstantina Trivisa:
 Office: 4103 Mathematics Bldg
 Phone: (301) 4055067
 Office Hours: (Spring 2004)
Tu Th 10:0011:15am
 Email:
trivisa@math.umd.edu
Course Description:
 Lebesgue measure and the Lebesgue integral on R
 Differentiation of functions of bounded variation
 Absolute continuity and fundamental theorem of calculus
 Lp spaces on R, RieszFischer theorem,
 Bounded linear functionals on Lp
 Measure and outer measure
 Fubini's theorem
Prerequisites:
Math 411 or equivalent.
Main Text:

H.D. Royden
Real Analysis (Third Edition)
Class Times: Tuesday and Thursday: 12:301:45pm
Location: MTH 0303.
Homework:
There will be assigned approximately eight homeworks during the semester.
Grading (approximate):
 Homework: 30%
 Midterm: 30%
 Final: 40%